ARYABHATTA GANIT CHALLENGE 2025 #CBSE Aryabhatta GANIT CHALLENGE
Mukesh Chauhan Learning Mathematics
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ARYABHATTA GANIT CHALLENGE 2025 #CBSE Aryabhatta GANIT CHALLENGE
206 просмотров · 1 г. назад
Mukesh Chauhan Learning Mathematics
2,09 тыс. подписчиков
206 просмотров · 1 г. назад
The Aryabhatta Ganit Challenge is an exciting opportunity for students to showcase their mathematical skills!
What would you like to know or do regarding the Aryabhatta Ganit Challenge? Do you need:
1. Information about the competition?
2. Practice problems or resources?
3. Tips for preparation?
The Aryabhata Ganit Challenge (AGC) is a mathematics competition organized by the Central Board of Secondary Education (CBSE) for students in classes 8 to 10. The challenge aims to cultivate essential mathematical competencies among students and provide a platform for them to showcase their skills.
Key Features:
Eligibility: Open to students in classes 8 to 10 from CBSE-affiliated schools.
Exam Stages: The competition consists of two levels:
Level 1 (School Level): Conducted by schools using a question paper provided by CBSE.
Level 2 (National Level): A computer-based test for the top three students from each school.
Exam Pattern: The test consists of multiple-choice questions, with a duration of 1 hour and a total weightage of 40 marks. There is no negative marking.
Syllabus: The competition focuses on assessing students' mathematical knowledge and application skills in areas like Number Sense, Algebra, Geometry, and Data Analysis.
Rewards: The top 100 students from each CBSE region will receive merit certificates, and schools that promote the challenge will receive appreciation certificates.
Important Dates:
School Registration: Expected to be in October 2025
Availability of Question Paper for Level 1: October/November 2025
School-Level Competition: To be conducted by schools during the availability period
Registration of Top 3 Students for Level 2: October/November 2025
National-Level Competition: November 2025
The Aryabhata Ganit Challenge provides students with an opportunity to develop their mathematical skills, compete with peers, and potentially earn recognition and rewards ¹.